On Sun, Dec 27, 2009 at 5:42 AM, Dorian <wizzard028wise@gmail.com> wrote:
> Hi all,
>> How do I solve the following functional nonlinear equation
>> f(x,y)= (-1/a^2)*(x*y)^(1/a-1)+(1/a)*x^(1/a-1)+(1/a)*y^(1/a-1) =0
>> where "a" is positive parameter.
>> If there is a way to plot f(x,y) for different values of "a"
> it will be very appreciated.
>>Substitute u = x^(1/a - 1), v = y^(1/a - 1) and things will simplify
considerably. The graph of f(x,y) is a translated hyperbola in those
coordinates.
Chuck
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